Fiber-Optic Sensing: A Historical Perspective - qXwave
Fiber-Optic Sensing: A Historical Perspective - qXwave
Fiber-Optic Sensing: A Historical Perspective - qXwave
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CULSHAW AND KERSEY: FIBER-OPTIC SENSING: A HISTORICAL PERSPECTIVE 1071<br />
Fig. 15. Loss-based distributed sensors using (a) microbend and (b) cladding loss modulation mechanisms.<br />
Fig. 16. Basic mechanisms of Raman and stimulated Brillouin scatter and typical stimulated Brillouin frequency shifts (lower).<br />
in the upshifted and downshifted directions produces a ratio<br />
which is uniquely related to temperature. This relationship has<br />
been used extensively in distributed temperature probes. Brillouin<br />
scatter is a related phenomenon but the energy differentials<br />
concerned reflect the acoustic phonon spectrum rather than<br />
the optical phonon spectrum. Here, stimulated Brillouin scatter<br />
is especially interesting. In stimulated Brillouin, backscattered<br />
radiation couples exactly to an acoustic wave whose wavelength<br />
is exactly half that of the incoming light. The coupled wave<br />
is a frequency shifted by the corresponding acoustic frequency<br />
and measuring this frequency shift together with knowing the<br />
acoustic wavelength (that is the optical wavelength) immediately<br />
gives acoustic velocity along the core of the fiber. This,<br />
in turn, depends upon the stiffness:density ratio, dominated by<br />
stiffness variations. These, in turn, depend on temperature and<br />
strain. Stimulated Brillouin scatter can, therefore, be used to detect<br />
varying strain fields given sufficient background knowledge<br />
of any temperature variations (Fig. 16).